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Modeling Physiological Predictors of Running Velocity for Endurance Athletes
Background: Properly performed training is a matter of importance for endurance athletes (EA). It allows for achieving better results and safer participation. Recently, the development of machine learning methods has been observed in sports diagnostics. Velocity at anaerobic threshold (V(AT)), respi...
Autores principales: | , , , , , |
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Formato: | Online Artículo Texto |
Lenguaje: | English |
Publicado: |
MDPI
2022
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Materias: | |
Acceso en línea: | https://www.ncbi.nlm.nih.gov/pmc/articles/PMC9696488/ https://www.ncbi.nlm.nih.gov/pubmed/36431165 http://dx.doi.org/10.3390/jcm11226688 |
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author | Wiecha, Szczepan Kasiak, Przemysław Seweryn Cieśliński, Igor Maciejczyk, Marcin Mamcarz, Artur Śliż, Daniel |
author_facet | Wiecha, Szczepan Kasiak, Przemysław Seweryn Cieśliński, Igor Maciejczyk, Marcin Mamcarz, Artur Śliż, Daniel |
author_sort | Wiecha, Szczepan |
collection | PubMed |
description | Background: Properly performed training is a matter of importance for endurance athletes (EA). It allows for achieving better results and safer participation. Recently, the development of machine learning methods has been observed in sports diagnostics. Velocity at anaerobic threshold (V(AT)), respiratory compensation point (V(RCP)), and maximal velocity (V(max)) are the variables closely corresponding to endurance performance. The primary aims of this study were to find the strongest predictors of V(AT), V(RCP), V(max), to derive and internally validate prediction models for males (1) and females (2) under TRIPOD guidelines, and to assess their machine learning accuracy. Materials and Methods: A total of 4001 EA (n(males) = 3300, n(females) = 671; age = 35.56 ± 8.12 years; BMI = 23.66 ± 2.58 kg·m(−2); VO(2max) = 53.20 ± 7.17 mL·min(−1)·kg(−1)) underwent treadmill cardiopulmonary exercise testing (CPET) and bioimpedance body composition analysis. XGBoost was used to select running performance predictors. Multivariable linear regression was applied to build prediction models. Ten-fold cross-validation was incorporated for accuracy evaluation during internal validation. Results: Oxygen uptake, blood lactate, pulmonary ventilation, and somatic parameters (BMI, age, and body fat percentage) showed the highest impact on velocity. For V(AT) R(2) = 0.57 (1) and 0.62 (2), derivation RMSE = 0.909 (1); 0.828 (2), validation RMSE = 0.913 (1); 0.838 (2), derivation MAE = 0.708 (1); 0.657 (2), and validation MAE = 0.710 (1); 0.665 (2). For V(RCP) R(2) = 0.62 (1) and 0.67 (2), derivation RMSE = 1.066 (1) and 0.964 (2), validation RMSE = 1.070 (1) and 0.978 (2), derivation MAE = 0.832 (1) and 0.752 (2), validation MAE = 0.060 (1) and 0.763 (2). For V(max) R(2) = 0.57 (1) and 0.65 (2), derivation RMSE = 1.202 (1) and 1.095 (2), validation RMSE = 1.205 (1) and 1.111 (2), derivation MAE = 0.943 (1) and 0.861 (2), and validation MAE = 0.944 (1) and 0.881 (2). Conclusions: The use of machine-learning methods allows for the precise determination of predictors of both submaximal and maximal running performance. Prediction models based on selected variables are characterized by high precision and high repeatability. The results can be used to personalize training and adjust the optimal therapeutic protocol in clinical settings, with a target population of EA. |
format | Online Article Text |
id | pubmed-9696488 |
institution | National Center for Biotechnology Information |
language | English |
publishDate | 2022 |
publisher | MDPI |
record_format | MEDLINE/PubMed |
spelling | pubmed-96964882022-11-26 Modeling Physiological Predictors of Running Velocity for Endurance Athletes Wiecha, Szczepan Kasiak, Przemysław Seweryn Cieśliński, Igor Maciejczyk, Marcin Mamcarz, Artur Śliż, Daniel J Clin Med Article Background: Properly performed training is a matter of importance for endurance athletes (EA). It allows for achieving better results and safer participation. Recently, the development of machine learning methods has been observed in sports diagnostics. Velocity at anaerobic threshold (V(AT)), respiratory compensation point (V(RCP)), and maximal velocity (V(max)) are the variables closely corresponding to endurance performance. The primary aims of this study were to find the strongest predictors of V(AT), V(RCP), V(max), to derive and internally validate prediction models for males (1) and females (2) under TRIPOD guidelines, and to assess their machine learning accuracy. Materials and Methods: A total of 4001 EA (n(males) = 3300, n(females) = 671; age = 35.56 ± 8.12 years; BMI = 23.66 ± 2.58 kg·m(−2); VO(2max) = 53.20 ± 7.17 mL·min(−1)·kg(−1)) underwent treadmill cardiopulmonary exercise testing (CPET) and bioimpedance body composition analysis. XGBoost was used to select running performance predictors. Multivariable linear regression was applied to build prediction models. Ten-fold cross-validation was incorporated for accuracy evaluation during internal validation. Results: Oxygen uptake, blood lactate, pulmonary ventilation, and somatic parameters (BMI, age, and body fat percentage) showed the highest impact on velocity. For V(AT) R(2) = 0.57 (1) and 0.62 (2), derivation RMSE = 0.909 (1); 0.828 (2), validation RMSE = 0.913 (1); 0.838 (2), derivation MAE = 0.708 (1); 0.657 (2), and validation MAE = 0.710 (1); 0.665 (2). For V(RCP) R(2) = 0.62 (1) and 0.67 (2), derivation RMSE = 1.066 (1) and 0.964 (2), validation RMSE = 1.070 (1) and 0.978 (2), derivation MAE = 0.832 (1) and 0.752 (2), validation MAE = 0.060 (1) and 0.763 (2). For V(max) R(2) = 0.57 (1) and 0.65 (2), derivation RMSE = 1.202 (1) and 1.095 (2), validation RMSE = 1.205 (1) and 1.111 (2), derivation MAE = 0.943 (1) and 0.861 (2), and validation MAE = 0.944 (1) and 0.881 (2). Conclusions: The use of machine-learning methods allows for the precise determination of predictors of both submaximal and maximal running performance. Prediction models based on selected variables are characterized by high precision and high repeatability. The results can be used to personalize training and adjust the optimal therapeutic protocol in clinical settings, with a target population of EA. MDPI 2022-11-11 /pmc/articles/PMC9696488/ /pubmed/36431165 http://dx.doi.org/10.3390/jcm11226688 Text en © 2022 by the authors. https://creativecommons.org/licenses/by/4.0/Licensee MDPI, Basel, Switzerland. This article is an open access article distributed under the terms and conditions of the Creative Commons Attribution (CC BY) license (https://creativecommons.org/licenses/by/4.0/). |
spellingShingle | Article Wiecha, Szczepan Kasiak, Przemysław Seweryn Cieśliński, Igor Maciejczyk, Marcin Mamcarz, Artur Śliż, Daniel Modeling Physiological Predictors of Running Velocity for Endurance Athletes |
title | Modeling Physiological Predictors of Running Velocity for Endurance Athletes |
title_full | Modeling Physiological Predictors of Running Velocity for Endurance Athletes |
title_fullStr | Modeling Physiological Predictors of Running Velocity for Endurance Athletes |
title_full_unstemmed | Modeling Physiological Predictors of Running Velocity for Endurance Athletes |
title_short | Modeling Physiological Predictors of Running Velocity for Endurance Athletes |
title_sort | modeling physiological predictors of running velocity for endurance athletes |
topic | Article |
url | https://www.ncbi.nlm.nih.gov/pmc/articles/PMC9696488/ https://www.ncbi.nlm.nih.gov/pubmed/36431165 http://dx.doi.org/10.3390/jcm11226688 |
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